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	<title>Catalys &#187; Cryptocurrency News</title>
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		<title>How to get Lucky Pokémon in Pokémon Go</title>
		<link>http://catalys-interfaceculturelle.com/how-to-get-lucky-pokemon-in-pokemon-go/</link>
		<comments>http://catalys-interfaceculturelle.com/how-to-get-lucky-pokemon-in-pokemon-go/#comments</comments>
		<pubDate>Tue, 31 Jan 2023 12:26:37 +0000</pubDate>
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				<category><![CDATA[Cryptocurrency News]]></category>

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		<description><![CDATA[Is there a special shiny that you really want a Lucky version of? Are you sick of rerolling Legendaries one day at a time trying in vain for a Lucky? Maybe you just can’t seem to get that Lucky Lapras you need. The best part about this kind of Lucky Trade is that there is [&#8230;]]]></description>
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" width="209px" alt="how to get a lucky trade"/></p>
<p>
<p>Is there a special shiny that you really want a Lucky version of? Are you sick of rerolling Legendaries one day at a time trying in vain for a Lucky? Maybe you just can’t seem to get that Lucky Lapras you need. The best part about this kind of Lucky Trade is that there is no right or wrong answer.</p>
</p>
<p>
<ol>
<li>Lucky Pokemon are obtained by trading Pokemon with friends.</li>
<li>That being said, I would recommend focusing on harder to fill Lucky Dex slots, like regionals and Legendaries before moving on to more common things.</li>
<li>This, in conjunction with their halved power up Stardust cost, makes them potent options for creating a battle-ready team.</li>
<li>That being said, if you have a Lucky Friend, send over a powerful Legendary or pseudo-legendary Pokémon to make the most of the bonus.</li>
<li>If both of the Pokémon in the trade are different ages – one from 2016 and the other from 2018, for example – the community suspects that Pokémon GO will calculate the average age of the Pokémon.</li>
<li>You can even become Lucky Friends more than once with the same player.</li>
</ol>
<p>
<h2>How to Guarantee a Lucky Trade in Pokemon GO</h2>
</p>
<p>
<p>On one hand, it is the best Ground-type attacker in the game and will be for quite some time, likely only ever being beaten by Precipice Blade Groudon whenever that comes out. Decent Lucky Trade target if you are interested in Master League PvP. It’s more the limited need for a Ground attacker than Precipice Blade FOMO that keeps me from rushing to do a Lucky Groudon Trade.</p>
</p>
<p>
<h2>Trading for IVs and Lucky Pokemon</h2>
</p>
<p>
<p>It also doesn&#8217;t require a legacy/exclusive move to shine which makes it easier to trade for. After you become Best Friends with another trainer, every friendship interaction has a chance to  make you Lucky Friends. Niantic hasn’t revealed the exact odds for this happening, but it seems to be relatively rare. So, you may need to send daily gifts to your Pokemon GO Best Friends for a while before ever seeing a Lucky Friend. First, you’ll need to raise a friendship to the Best Friends level by exchanging daily gifts over time.</p>
</p>
<p>
<p>Once you trigger the Lucky Friend bonus, it will stay in effect until you trade with that friend. Your trade is a guaranteed Lucky Trade, meaning you should both get a Lucky Pokemon out of the deal. Once you trade, you return to being standard Best Friends, and you’ll have to trigger the Lucky Friend bonus again. <a href="https://www.crypto-trading.info/how-and-where-to-buy-bitcoin-in-the-uk-2020/">how and where to buy bitcoin in the uk</a> The mistake that I think everyone is making is that they are sitting on their Lucky Trades too long and trying to come up  with the perfect Lucky Trade.</p>
</p>
<p>
<p>Weavile has more DPS while TTar has way more survivability. <a href="https://www.topbitcoinnews.org/ripple-price-latest-xrp-charts-ripple-coin-coin/">ripple price latest xrp charts ripple coin coin news</a> Choose whichever you prefer if you can’t get a hold of the Ghost attackers in this article first. There are ways to increase your chances of Lucky Pokémon — and a way for the trade to result in a guaranteed Lucky Pokémon every time. In our Pokémon Go Lucky Pokémon guide, we’ll explain how to get a Lucky Pokémon and the benefits for doing so. When you&#8217;re Lucky Friends with another trainer, the next trade you make with them is guaranteed to give you a Lucky Pokemon.</p>
</p>
<p><img 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" width="200px" alt="how to get a lucky trade"/></p>
<p>
<h2>What Pokemon should I hold on to trade for IVs?</h2>
</p>
<p>
<p>A star of the current Kingdom Cup, Bastiodon is a bruiser. Has the powerful Smack Down fast move and the tankiness to go for days in trainer battles. It reaches 1539 CP at level 40 with 100% IVs so you can imagine the importance of having great to excellent IVs if you want to optimize old shield face for battle. Shieldon candy is not always easy to come by, but at least you can reduce the dust cost.</p>
</p>
<p>
<h2>Master League</h2>
</p>
<p>
<p>There are a few asterisks on this special treat, though, as if having to have such an old Pokemon wasn&#8217;t bad enough. First, the trainer who is trading the Pokemon from July or August 2016 cannot have been involved in ten or <a href="https://www.cryptonews.wiki/bitcoin-gold-price-prediction-2021/">bitcoin gold price prediction 2021</a> more guaranteed trades using this method, whether they were given or received the Pokemon. If Person A and Person B trade a Pokemon from July 2016, then try to trade a second one, the second one is subject to the same odds as any other trade and isn&#8217;t necessarily Lucky. However, Person B can still do this guaranteed method with Person C and be successful.</p>
</p>
<p>
<p>Niantic gutted this possibility by randomizing both Pokemon’s IVs on trade and preventing traded Pokemon from being traded again. Instead of a means to shift high IV Pokemon between accounts, trading is more of a one-time chance to re-roll a Pokemon’s IVs. It’s also the only way to obtain lucky Pokemon, which have a 50% discount on Stardust costs for power-ups. This article presumes that you have a stable trading partner. Treat it as a bonus for playing rather than a precious resource that you don’t want to waste. At the end of the day, this is a friendship feature in a mobile game, not a life-altering decision.</p></p>
]]></content:encoded>
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		<title>Calculate Your ETH Investments!</title>
		<link>http://catalys-interfaceculturelle.com/calculate-your-eth-investments/</link>
		<comments>http://catalys-interfaceculturelle.com/calculate-your-eth-investments/#comments</comments>
		<pubDate>Fri, 19 Aug 2022 08:35:55 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Cryptocurrency News]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=1763</guid>
		<description><![CDATA[Содержание Does the IRS Tax Bitcoin Profits? A step-by-step guide for staking Ethereum after The Merge Step 1: Get an Ethereum Wallet Ethereum Mining Calculator Inputs How do you store Ethereum? Estimated Mining Rewards When selecting a staking pool, it’s generally advisable to avoid choosing one with the highest or lowest network share. Delegating to [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Does the IRS Tax Bitcoin Profits?</a></li>
<li><a href="#toc-1">A step-by-step guide for staking Ethereum after The Merge</a></li>
<li><a href="#toc-2">Step 1: Get an Ethereum Wallet</a></li>
<li><a href="#toc-3">Ethereum Mining Calculator Inputs</a></li>
<li><a href="#toc-4">How do you store Ethereum?</a></li>
<li><a href="#toc-5">Estimated Mining Rewards</a></li>
</ul>
</div>
<p>When selecting a staking pool, it’s generally advisable to avoid choosing one with the highest or lowest network share. Delegating to the most popular staking pools can increase the risk of centralization within the network. Finding the balance and choosing a validator with a moderate network share and good reputation could be the best approac.</p>
<ul>
<li>Several pooling solutions now exist to assist users who do not have or feel comfortable staking 32 ETH.</li>
<li>This acts as negative issuance for the protocol and can result in deflationary tokenomics if network activity remains high.</li>
<li>Everyone has different goals, so the optimal exit strategy could differ significantly depending on each individual.</li>
<li>Right now, the price of Ethereum is $1,649.36, with a marketcap of $198,459,838,076.</li>
<li>The Ethereum mining information is updated continually with the current block mining information.</li>
</ul>
<p>A close eye must also be kept on correlations if traders are wandering out beyond Bitcoin into the wider cryptocurrency space, as altcoins are known to move in tandem with Bitcoin. Ethereum adoption continues, even among high-profile businesses. Advanced Micro Devices , a chipmaker, announced a joint venture in 2020 with ConsenSys for the creation of a network data center based on Ethereum. Microsoft has been partnering with ConsenSys for the development of Ethereum Blockchain as a Service on Microsoft&#8217;s Azure cloud platforms since 2015. Vitalik Buterin, the man who conceived the original Ethereum concept, published a whitepaper in 2013 to introduce Ethereum. Buterin and Joe Lubin were the founders of ConsenSys&#8217; blockchain software company ConsenSys.</p>
<p>When mining using a pool, the expected expected cryptocurrency income can vary greatly depending on pool efficiency, outdated/rejected/abandoned rates and fees. If you are mining solo, the expected expected expected cryptocurrency income can vary greatly depending on your luck and legacy/defaulted/throwaway rate. Ethereum, which is powered by blockchain technology, is well-known as its native cryptocurrency, ether . Ethereum is secure because of the distributed nature of blockchain technology. If you are using a staking pool, note that they usually provide you with a token that represents your staked ETH.</p>
<p>Proof-of-<a href="https://bitcoin-mining.biz/">https://bitcoin-mining.biz/</a> will reduce the issuance of new ETH significantly, possibly decreasing Ethere’s annual inflation rate from 2% to 0.5% or even negative. With more validators online, the annual yield will likely trend to the lower end of the range over time. The amount of ETH staked in the network will stabilize anywhere between 500,000 ETH and 110,000,000 ETH. For instance, staking nodes must contain private keys for the signing messages.</p>
<h2 id="toc-0">Does the IRS Tax Bitcoin Profits?</h2>
<p>For long-term holders, one of the most popular strategies is to use the dollar cost average strategy to accumulate ETH. These formations usually indicate that the bullish trend is about to end. On depositing their ETH, the user joins an activation queue that limits the rate of new validators joining the network.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="mining hashrate"/></p>
<p>Everyone has different goals, so the optimal exit strategy could differ significantly depending on each individual. As a very general rule of thumb, taking profits in crypto should be done in increments &#8211; this way, a part of profits is secured, while exposure to the potential further market upside is retained. For example, a trader may sell a part of the position when it profits 20% to 25%. Again, these percentages are entirely dependent on each trader&#8217;s individual goals. ETH has no maximum supply and currently has annual issuance between 0.5% – 1% depending on how much ETH is being staked.</p>
<h2 id="toc-1">A step-by-step guide for staking Ethereum after The Merge</h2>
<p>In fact, if a validator stays online for more than 50% of the time, they may see an increased APY. The Merge defines the integration of  the current Ethereum mainnet with its PoS network, Beacon Chain, that was launched in December 2020. It is not expected to particularly bring any changes to the ETH staking process, however, stakers should expect a change in staking rewards.</p>
<p>Results vary based on the staking amount, term, and type selected. However, there’s a forked version of the Ethereum blockchain that operates on the proof-of-work mechanism, EthereumPOW, and you can mine the native token of this blockchain called ETHW. The circulating supply of ETH might fall as more ETH is locked in the blockchain’s staking contract.</p>
<h2 id="toc-2">Step 1: Get an Ethereum Wallet</h2>
<p>It is therefore essential that those validating via a VPS use an extremely strong password to encrypt their private key files. That said, in the rare case that some accident or bug results in a slashable action, the amount of stake slashed will be proportional to the number of other validators slashed at the same time. Proof-of-work or PoW is a consensus protocol first implemented by Bitcoin to secure and verify its transactions in the absence of a central entity. Unlike traditional databases, blockchains do not have a central entity operating them and verifying the information that’s recorded on it. As a replacement for these central systems or entities, blockchains rely on many nodes to verify and approve transactions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="profitability"/></p>
<p>The <a href="https://currency-trading.org/">https://currency-trading.org/</a> of ETH is used to provide a rough measure of the return on investment in fiat currency terms. This variable defaults to the current price but can be set manually under advanced settings. Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication.</p>
<p>Whether you are a long-term investor or short-term trader, it’s best to seek professional help regarding the area of Bitcoin taxes. While Bitcoin is an immense challenge for long-term investors, it is an even more difficult beast to tame for traders. As we’ve noted above, the price of Bitcoin is extremely volatile. If historical data is indicative, this suggests it might be wise to take some money off the table after explosive BTC bull runs.</p>
<p>This method of staking requires a certain level of trust in the provider. To limit counterparty risk, the keys to withdraw your ETH are usually kept in your possession. These options usually walk you through creating a set of validator credentials, uploading your signing keys to them, and depositing your 32 ETH. This website is intended to provide a clear summary of Ethereum&#8217;s current and historical price as well as important updates from the industry.</p>
<h2 id="toc-3">Ethereum Mining Calculator Inputs</h2>
<p>Users &#038; applications would migrate to a new, proof-of-stake Ethereum chain, known as Eth2. Our suggestion is to only choose staking providers with an uptime performance of 99% or higher and a track record of not being slashed. It provides full participation rewards, improves the decentralization of the network, and never requires trusting anyone else with your funds.</p>
<p>You can no longer mine Ether on the network— most of the pre-Merge GPU mining capacity has moved to other blockchains or shut down. The Merge increased the pool of rewards available to validators on the Ethereum network, so there’s more yield to be claimed. However, other factors affect the volume of rewards available to individual validators, such as market conditions and the total number of validators on the network. Ethereum 2.0 rewards validators for staking their coins and verifying the transactions. As a standalone validator, your rewards can range from 2% to 20% APY, depending on the number of validators that participate at a given point in time.</p>
<p>When staking ETH tokens, there is currently an indefinite lockup period, meaning that it is a one way transaction. Staking withdrawals are set to be enabled in the Shanghai upgrade that is planned in March of 2023. This means that investors will not be able to sell their tokens immediately, but instead need to wait until withdrawals are enabled before they can get access to their tokens.</p>
<p>When users execute transactions on Ethereum Mainnet, they must pay a fee in ETH to cover the gas cost and a tip to the validator. This ETH is already on the execution layer and is not newly issued by the protocol, it is immediately available to the validator if a proper fee recipient address is provided to the client software. Midas Investments is a custodial crypto investing platform for staking key crypto assets and DeFi markets.</p>
<h2 id="toc-5">Estimated Mining Rewards</h2>
<p>As a validator, you are taking charge of verifying transactions, which happen 24×7. Thus, your node is expected to be live at least more than 50% of the time. Ethereum co-founder Vitalik Buterin expressed his optimism about PoS and shared in a tweet that PoS could allow the network to scale to 100,000 transactions per second. And considering the Ethereum ecosystem’s rapid growth in terms of users and applications, such speeds will be much-needed. As the network grows bigger, these puzzles become harder and miners need more “guessing power” to find the winning hash. That translates into more computing power and high-end computing devices.</p>
<p>Many of these options include what is known as ‘liquid staking’ which involves an ERC-20 liquidity token that represents your staked ETH. Yes, you’ll most definitely get your staked ETH back, but there might be a delay. Before The Merge, most staking platforms issued disclaimers that you may only be able to unstake your ETH after the completion of the protocol upgrade, which is slated to happen in early 2023. If proof-of-stake is able to fulfill the industry’s role as a “risk free” protocol, the demand for staking ETH may well drive the price of the currency upwards. While validator deposits can only be withdrawn to a specific Ethereum wallet and are therefore safe, there is a risk that a malicious attacker signs blocks in a way that would slash deposits.</p>
<p>Before you invest, look at the coin&#8217;s roadmap, whitepaper, social media channels, and exchanges that it&#8217;s listed on. Look at its price history and the total supply of coins/tokens being created. Don&#8217;t succumb to FOMO and buy into a coin that has just skyrocketed in price because of hype;  this is a surefire way to lose money quickly! Stay away from hype-driven coins and focus on projects with real-world use cases instead. The first step is determining which category each transaction falls into, capital gain or loss. Each country has different rules about how much tax you pay on capital gains/losses, depending on how long you held the asset before selling it.</p>
<p>Through this program, we thoroughly scrutinise potential <a href="https://cryptominer.services/">https://cryptominer.services/</a>s, evaluating factors such as security measures, contributions to the ecosystem, and the qualifications of the team behind them. Third parties are building these solutions, and they carry their own risks. Those considering solo staking should have at least 32 ETH and a dedicated computer connected to the internet ~24/7. Some technical know-how is helpful, but easy-to-use tools now exist to help simplify this process. We have partnered with MoonPay to provide instant ETH purchases with credit/debit card and bank transfer. There are no restrictions on how much ETH you can stake on ETH 2.0.</p>
<p>A Forex Profit Calculator is useful to simulate how much money and pips a trading position represents, quantitatively, if the position is closed in profit or loss. It works by simulating a trading position opened and closed at specific values, and will display the results of the potential profit or loss in money and in pips. Along with the Ethereum mining profitability, the list of top 5 Ethereum miners is updated frequently. The Merge represented the joining of the existing execution layer of Ethereum with its new proof-of-stake consensus layer, the Beacon Chain. It eliminated the need for energy-intensive mining and instead secured the network using staked ETH. Ethereum staking calculator to accurately determine your rewards.</p>
<p>Binance Earn is the staking feature on Binance that offers investors the opportunity to stake their otherwise ideal crypto assets and generate a passive income. The Ethereum platform offers a native cryptocurrency known as ether. Ethereum itself is a decentralized platform for blockchain technology. However, Ethereum is a blockchain-powered cryptocurrency and ether is its currency.</p>
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